Questions 91–100 of 650. Imported answers require independent review unless marked reviewed.

Topic practice 650 questionsPage 10 of 65

Question 26

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Which of the following compounds have the same degree of reduction per carbon-mole?
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Question 27

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A recombinant protein is secreted extracellularly in soluble form by an E. coli culture. Which of the following downstream processes is/are involved in the purification of the extracellular secreted protein?
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Question 28

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If the doubling time of a bacterial population is 3 hours, then its average specific growth rate during this period is _____ h⁻¹.
(Round off to two decimal places)

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Question 29

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For a mechanically reversible isobaric process taking place in a closed system involving 5 moles of an ideal gas, the temperature increases from an initial value of 300 K to a final value of 450 K. If the specific heat capacity at constant volume (Cᵥ) is given as 12.5 J mol⁻¹ K⁻¹ and gas constant is 8.314 J mol⁻¹ K⁻¹, the amount of heat transferred to the system will be _____ J.
(Round off to the nearest integer)

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Question 30

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The allele associated with albinism in humans is recessive (c). The probability that an albino male (cc) and a carrier female (Cc) will have an offspring with normal skin pigmentation is _____ .
(Round off to one decimal place)

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Question 31

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BTNAT1 markNeeds review
The contour length of a B-DNA molecule that encodes a bacterial protein of 33 kDa is _____ nm.
Consider the average molecular weight of an amino acid as 110 Da and helix rise per base pair for B-DNA as 0.34 nm.
(Round off to the nearest integer)

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Question 32

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Within the Michaelis-Menten framework, the ratio of

when

is _____ .
(Round off to two decimal places)

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Question 33

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Consider a nonlinear algebraic equation,

. Using the Newton-Raphson method, with the initial guess of

, the approximated value of the root of the equation after one iteration is _____ .
(Round off to two decimal places)

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Question 34

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BTNAT1 markNeeds review
The value of

, for which the linear equations

and

have at least one solution, is ____________.
(Answer in integer)

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Question 35

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BTNAT1 markNeeds review
Two fair six-sided dice, with sides numbered 1 to 6, are thrown once. The probability of getting 7 as the sum of the numbers on the top side of the dice is ______________.
(Round off to two decimal places)

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